@keyframes rwdcur62677 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 14 7, auto;}
20%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADoklEQVRYhe2XT4tcRRTFf7fqvdd/MknGEJMRw5BFHEGCxKwCimBWbrKJJODCDyCK3yFfwIULBde6MCOiG3GXgCKCoKIhC0VxEcYowyRjZnp65lWd66K7kzYZ8qY77c6CR92CeueeOvfWffcZjzC+uuWn2s6ZCj0dYvge5+vrB/ntopn2imGPQuDqenqr5XZhnzhmxmp2fnb3K5va/nzlcPfmXogU0zi+7B72b3IE6Tl3Tgmbc+c4+BLEY21rdU9ucvmK++pLZmnmBPiLrnc44/ITyOaygxwMO2CmM9HsSL1Tf7ewVW4AGw+DChM7d6cTewdkes3EkgmSQ+2gAWBVRuarUC66M9cEN7ECn65uLxWxdT7ucNrc5uXGXQUCFGYYHuS0U2jGn4jAx2u+GOEs0oUCFpBVeXhyOYShjYMsV0WIjQo3EnB33l+he7TFcSmfNbdz0TkdhqceOXeHaIMZCMFilWehwDu/UD35GIuyfKkje6GULUSHPHSsMSJxODvgop3q5hxrJPDsU6j+A0K0ZwwOuQ+STvcpkB0KgyzIgeDkSpYa8RsZXgVRkHC6ElUWpGHmJ4dag2e0TkMyyWMrWKsRv3HDJTN5JiWh+mGOh+t6YIfsVP00gxAA9PpQVkhCgjAu/fg8IpICSGpjYTbXMDuyjMQujscSsrhHIsiolOtHDwHuKBBqUO1oVPXSUO6Rne6z5VSZcjYhAEgZuQ0SbPz0IzWyQ2RAIhNwp2ImldCMrV97MmvJQeOOR9L7KPNtqIAUBG0Is1EgqyOC0viJR07H82H8esqp3Gf0LdgCKoKSJGf3IqRhKa4HBIJDZdacY7tu+GTr341MctjOUmoqQhqrB6Lq5zRdCM53HnwvOYlhDtwv/ci+eyscjCDfwyXbWwi2oKyCZJL0oOPROt5TQZhuBwv9mRDIHfqWdE1OX+6VuUK7v34s7vQOm3KVLPy9vm/hm5ri9rbCDcd+MudH38/vMyHQXmVj50D4SIF5AiFs3uo+/ue358r+6ouW07xiuVo/8fyHd/YfX0mBtZRY+eIH1pYvNnfFU7XlX777+nw/lm/K9SpwwuC6cj738hvv3ZgUa/KmFEidCgv0gIRTKHs3uU2FNR2BnS2RvY9bcggEK0IZi2E79t8T6MSDslj0MJIBZoSw7dXy8oWJ8aYisJbXJbhpsIGx485GKENieXKsOA2BpTtzfnTxUD+W4SRO18W17br32Stvf/DQv6D/x27jH9r1e+LXajwHAAAAAElFTkSuQmCC) 14 7, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 14 7, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 14 7, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 14 7, auto;}
}
div.testarea{
animation:rwdcur62677 1.6666666666667s linear infinite forwards;
}
